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0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 11 21, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 11 21, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 11 21, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 11 21, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 11 21, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 11 21, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 11 21, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACUUlEQVRYhe1WQWsTQRT+Zs3C7CEQQQyFIESEUgkt5JKLv0Co5OKhp5Rib1r6A9IfID00UG/20Iv24KUnTz0EvPRQUwkEhCpSikjIwTRh894mS56HNCsxi9lNE3LJB4/ZmZ393jfzPnYGmGOOOeaYMdSEeGRcTgUA7XY7bZrmF9u27xuG8ch13a/RaLSulHKDJOdCwevo7e1QIgxmftrtdD476+vNO4XCT6Nc/mTu7v5yHOeHiETCJAeAm774zvaD02ymOJkUBgYjnxdmvgogoBfMXhtGgNGNRJ5jdXVwNJMBDg+BajUReCVjwlBK/cb19eDowgJwcQHE4+9HfK9uag6t9UAbFIrq9YdqcfE7qlVgZQUolwERIJuFHB25lmWZIziGfACEMCMRbXCtJhyLCe/tCZ+fCyvV80E2K0TUsW17VCk8L6BX/1A+ABG94FpN+OxMiKjiJ+J/yfvhGfKvkJGIAIBlWQdEBJVKZSytN5l5H6XSS6TTwPEx1NpahIg6PuXw3f4wMPoPlmUdaK03AUBr/QpLS29QKgFKDYi4VbawYOb9AOXwttzHB1MX8a/pJpt8lAjbtvMTTTSmiAQAENHrAGfHdEQw8zu+vBRmvpqJCCYSTiS8A2w2IjIZYUBoZ6fTaDTuTVUAAAz9MftxeiqtVutJUB5j9JRhMPNbVak8RrEILC8PvJOTk2632/02Dm9geGdHLDZ8kcnlbBEZa2HjiYjHhXM54a0t4WRS2Lal3W6ng/Lc6lZMRBtwnKLS+pmI3DVc94OY5gOt9cegHH8AElz/1lxu38sAAAAASUVORK5CYII=) 11 21, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 11 21, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 11 21, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 11 21, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 11 21, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 11 21, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 11 21, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 11 21, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 11 21, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 11 21, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 11 21, auto;}
}
div.testarea{
animation:rwdcur36949 3s linear infinite forwards;
}